HW#4_Sol - ------ ----- ------ % 01001 9 9 Invalid Valid...

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EE 367 Introduction to Microprocessors (Fall 2011) Solution Set, Homework 4 I. Meaning of binary words A. Chapter 1, Problems: 1.14, (a) 65536 1.14, (b) $0000 -> $0FFF 1.19, The ASCII codes are listed in order, from bottom to top HEX ASCII Binary $59 Y %0101 1001 $2F \ %0010 1111 $35 5 %0011 0101 $32 2 %0011 0010 $3D = %0011 1101 $58 X %0101 1000 1.20, Set the top bit for even parity in the ASCII codes below HEX ASCII Binary $59 Y %0101 1001 $AF \ %1010 1111 $35 5 %0011 0101 $B2 2 %1011 0010 $BD = %1011 1101 $D8 X %1101 1000 B. Number conversions a. Express the following binary numbers in HEX format 1) %11010001 A: $D1 2) %00101011 A: $2B 3) %01011010 A: $5A 4) %10101010 A: $AA b. Express the following HEX numbers in binary format 1) $3F A: %00111111 2) $A8 A: %10101000 3) $2B A: %00101011 4) $69 A: %01101001 C. Binary Arithmetic Problems Decimal Meanings Flags Straight Signed N=1, Z=0, C=1, V=0 1111- Binary 1) % 01110 14 14 + % 11011 + 27 + (-5)
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Unformatted text preview: ------ ----- ------ % 01001 9 9 Invalid Valid Decimal Meanings Flags Straight Signed N=0, Z=1, C=0, V=0 -----Binary 2) % 11010 26 (-6) - % 11010 - 26 - (-6) ------ ----- ------ % 00000 0 0 Valid Valid Decimal Meanings Flags Straight Signed N=1, Z=0, C=0, V=0 ---1-Binary 3) % 11101 29 (-3) - % 01011 - 11 - 11 ------ ----- ------ % 10010 18 -14 Valid Valid D. IEEE floating point 1.30, +2.510 = 10.12 10.12 = 1.012 * 21 M = 01000000000000000000000 E = 1+127 = 128 = 100000002 S = 0 Thus, +2.5 expressed in single-precision floating-point format is equal to: 0 10000000 01000000000000000000000 II. Chapter 4, Text Problems: 4.2, 4.11 4.11, The Accumulators, also called the General Purpose registers or registers A and B. 4.12, One byte = 8 bits, therefore, a 4 byte word size = 8 bits/byte * 4 bytes = 32 bits of word size...
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This note was uploaded on 03/06/2012 for the course ENGINEERIN 305 taught by Professor Arm during the Spring '10 term at Wisconsin.

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HW#4_Sol - ------ ----- ------ % 01001 9 9 Invalid Valid...

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